Easily solve Lagrange's method of multipliers with one subsidiary condition good example (PART-2)

In this video explaining Lagrange's method of multipliers example. Using condition and partial derivative. This method is very simple and interesting example. It helps science and engineering students. Require minimum value. The method involves introducing a Lagrange multiplier which is a scalar parameter that is multiplied by the constraint equation. The objective function and the constraint equation are then combined into a single function called the Lagrangian which is optimized with respect to both the variables and the Lagrange multiplier.

#easymathseasytricks #lagrangesmethod

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